The perimeter of an isosceles, right angled triangle is 2p unit. The area of the same triangle is

$$ {(2+ sqrt{2})}{ p^{2}} sq.unit $$

$$ {(3-2 sqrt{2})}{ p^{2}} sq.unit $$

$$ {(2- sqrt{2})}{ p^{2}} sq.unit $$

$$ {(3- sqrt{2})}{ p^{2}} sq.unit $$

The perimeter of an isosceles, right angled triangle is 2p unit. The a

1.	The perimeter of an isosceles, right angled triangle is 2p unit. The area of the same triangle is
A.	$$ {(3-2 sqrt{2})}{ p^{2}} sq.unit $$
B.	$$ {(2+ sqrt{2})}{ p^{2}} sq.unit $$
C.	$$ {(2- sqrt{2})}{ p^{2}} sq.unit $$
D.	$$ {(3- sqrt{2})}{ p^{2}} sq.unit $$
Answer» B. $$ {(2+ sqrt{2})}{ p^{2}} sq.unit $$

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The perimeter of an isosceles, right angled triangle is 2p unit. The area of the same triangle is

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